Phase regulating circuit a time-delay element

ABSTRACT

A phase-locked loop with a delay element (DLL) is described which is essentially characterized in that the delay element ( 3 ) has a chain of a number n delay units ( 33 n), the outputs ( 34 n) of which are fed to a locking monitoring circuit ( 4 ) which determines whether the delay time T delay  of the delay element ( 3 ) lies within a range a*T period &lt;T delay &lt;b*T period , where 0.5&lt;a&lt;1 and 1&lt;b&lt;2, and wherein the locking monitoring circuit ( 4 ) performs a correction of this delay time when this condition is not met.

[0001] The invention relates to a phase-locked loop with a phase detector, loop filter, and delay element according to the preamble of Claim 1.

[0002] Unlike phase-locked loops with a self-oscillating oscillator (PLL—phase-locked loop), a phase-locked loop with a delay element (DLL—delayed locked loop) has the problem that the delayed output signals of the delay element are not distinguishable for all delays which correspond to an integer multiple of the clock pulse of the input signal. The danger thus exists that the delay time will be set as an indeterminate integer multiple of the period of the input signal.

[0003] To prevent this from occurring, one known method is to limit the possible delay time of the delay element. This measure has the disadvantage, however, that the frequency range is significantly limited. Especially in the case of integrated circuits, there is the additional problem that absolute precision is required for the limiter. If the ratio of the signal to the clock pulse space of the input signal deviates from 50%, an additional downward limitation of the delay time is required, with the result that the frequency range is limited still further.

[0004] Another known approach avoids the setting of the delay time as an indeterminate integer multiple of the period of the input signal by generating an allocation or detection of the association of the edges of the output signal with the edges of the input signal. However, this approach is quite complex and expensive, and almost impossible to implement, especially at high frequencies.

[0005] The purpose of the invention is therefore to create a phase-locked loop with phase detector, loop filter, and delay element in which these problems no longer occur, and in which nonpermissible delay times are detected and eliminated by appropriate corrections.

[0006] This purpose is achieved with a phase-locked loop of the type referred to in the preamble according to Claim 1 wherein the delay element has a chain of a number n delay units, the outputs of which are fed to a locking monitoring circuit which determines whether the delay time T_(delay) of the delay element relative to the period T_(period) of an input signal lies within a range a*T_(period)<T_(delay)<b*T_(period), where 0.5<a<1 and 1<b<2, and where the locking monitoring circuit performs a correction of the delay time when this condition is not met.

[0007] The subclaims provide advantageous further modifications of the invention.

[0008] Additional details, characteristics and advantages of the invention are found in the following description based on the drawings of a preferred embodiment.

[0009]FIG. 1 is a schematic circuit diagram of such an embodiment;

[0010]FIG. 2 is a schematic circuit diagram of a delay element; and

[0011]FIG. 3 is a schematic circuit diagram of a locking monitoring circuit.

[0012] The circuit shown in FIG. 1 includes a phase detector 1, a loop filter 2, a delay element 3 with a chain of delay units, and a locking monitoring circuit 4.

[0013] An input signal with a reference frequency f_(ref) is applied to a first input 11 of the phase detector 1, and to a first input 31 of the delay element 3. The phase detector has a second input 12 for a feedback signal from delay element 3 with a frequency f_(delay) which is fed through an output 33 of delay element 3. The delay units contained in the delay element are each connected through one of connecting lines 34n (n=1, 2, 3, . . . ) to the locking monitoring circuit 4 and a circuit output 35.

[0014] Loop filter 2 has a first positive input 21 and a second negative input 22. A first output 13 of phase detector 21 is applied to first output 21, while second input 22 of loop filter 2 is connected to a second output 14 of phase detector 1. The output 23 of loop filter 2 is connected to a second input 32 of delay element 3 for a control voltage.

[0015] Finally, a first output 41 of locking monitoring circuit 4 is connected to a positive (V+) input 15, while a second output 42 of locking monitoring circuit 4 is connected to a negative (V−) input 16 of phase detector 1.

[0016]FIG. 2 is a schematic circuit diagram of one example of delay element 3. It is composed of a series circuit with the number n delay units 33n (n=1, 2, . . . ) which are each formed by two series-connected inverters I1, I2. The input of the first delay unit 331 is connected to the first input 31 of delay element 3, while the output of the last delay unit 33n is applied to the output 33 of delay element 3. The output of each delay unit 33n is connected to one of connecting lines 34n leading to locking monitoring circuit 4. Finally, inverters I1, I2 of delay units 33n are controlled through a common control line connected to the second input 32 of delay element 3.

[0017]FIG. 3 is an example of a schematic circuit diagram of a locking monitoring circuit 4. The circuit essentially includes four stages S1 through S4. First stage S1, which serves to evaluate “high” states of delay units 33n, creates an AND relation of the signals fed through connecting lines 34n (n=1, 2, 3, . . . ) with a first AND element 43, where a factor (of, for example, 0.8)*n signals is employed. Second stage S2, which serves to evaluate the “low” states of delay units 33n, inverts these supplied signals (factor multiplied by n) and then creates a second AND relation to a second AND element 44. The outputs of the two AND elements 43, 44 are gated to an OR element 45, the output of which is connected to the second output 42 of locking monitoring circuit 4.

[0018] The third stage S3 serves to evaluate the falling edges of the outputs of delay units 33n and includes a number n first AND elements 46n, the outputs of which are each fed to a second OR element 47. Third stage S3 additionally includes the number n third AND elements 48n (n=1, 2, 3, . . . ), the outputs of which are each fed to a fourth OR element 49. Finally, the outputs of the second and fourth OR elements 47 and 49 are gated to an AND element 50. Two successive outputs e, e+1, . . . ; g, g+1, . . . of certain delay units 33n of delay element 3 are applied to the two inputs of the first and third AND elements 46n, 48n, where in each case a first input is inverted and a second input is noninverted. Selection of the outputs is described in more detail below.

[0019] Fourth stage S4 serves to evaluate the rising edges of the outputs of delay units 33n and is designed analogously to third stage S3 with analogous elements 51n, 52, 53n, 54, 55 (n=1, 2, 3, . . . ). The same is true of the signals applied to the inputs of the first and third AND elements 51n, 53n. The only difference is that the first inputs of first and third AND elements 51n, 53n are noninverting, while the second inputs of these elements are inverting. The outputs of AND elements 50 and 55 of the third or fourth stage are finally fed to a fifth OR element 56, the output of which is connected to the positive first output 41 of locking monitoring circuit 4.

[0020] The following discussion presents the functions and operation (in principle) of the phase-locked loop.

[0021] Based on the fact that delay element 3 is formed by a chain of n delay units 33n, the state of the outputs of these delay units at connecting lines 34n may be employed to detect nonpermissible delay times, and to cause locking monitoring circuit 4 to perform corresponding corrections.

[0022] To accomplish this, locking monitoring circuit 4 determines whether the delay time T_(delay) of delay element 3 lies in a range a*T_(period)<T_(delay)<b*T_(period) relative to the period T_(period) of the input signal, where 0.5<a<1 and 1<b<2. The precise values of a and b depend here on the implementation of locking monitoring circuit 4 which in turn is essentially determined by the characteristics of phase detector 1.

[0023] If delay element 3 consists of n delay units 33n, then a maximum delay time of n*T_(period) may be detected by locking monitoring circuit 4. In practice, this is not a limitation since T_(delay unit)<T_(period) applies for almost all types of delay units.

[0024] The determination as to whether T_(delay)<a*T_(period) may be made based on the number of like successive states in the chain of n delay units 33n.

[0025] Given a clock pulse/space ratio of 50% of the input signal, this is 0.5*n delay units for a=1, and 1*n delay units for a=0.5. This means that, given a number m of successive delay units of the same state, where 0.5*n<m<n, locking monitoring circuit 4 must give phase detector 1 the priority signal “−”. This means that the signal of locking monitoring circuit 4 has priority over the signal of phase detector 1. As a result, the delay time is increased until the above-mentioned condition is no longer met and phase detector 1 itself takes over the fine adjustment of the delay time.

[0026] When a clock pulse/space ratio is not equal to 50%, both states (low and high) of the input signal must be monitored, and the results OR-gated. This means that each of the two results for low or high states may produce a signal at the first output 41 of locking monitoring circuit 4. Given a clock pulse/space ratio not equal to 50%, the adjustment range of phase detector 1 is limited. This limitation is due to the fact that phase detector 1 makes its decision not solely based on, for example, a rising signal edge, as is generally the case with PLL circuits. Instead, additional time information between two homogeneous edges is required, which indicates the end of the time range valid for evaluation. Ideally, this time information is situated precisely in the middle between two homogeneous edges. However, time information of this sort may be obtained only with considerable complexity and cost. For this reason, another edge type, such as a falling edge, is preferably used instead. When in this case the clock pulse/space ratio is not equal to 50 percent, the time range valid for edge evaluation is limited. This is based on the fact that the edge of the other type does not lie precisely in the middle of the period.

[0027] In addition, the value of a must be chosen such that a>T_(high)/T_(period) AND a>T_(low)/T_(period) is true.

[0028] In principle, the values a and b are variable and are determined by the implementation of the circuit, that is, the number n delay units 33n, the number of successively monitored units, and the capture range of phase detector 1. To the extent the capture range of phase detector 1 is also a function of the clock pulse/space ratio, as is true in the case described above, the values of a and/or b are also determined by this ratio.

[0029] The determination as to whether T_(delay)>b*T_(period) may also be made based on the number of like successive states in the chain of n delay units 33n. For the limit b=2, n/4 successive delay units must have the same state, while for b=1 this number must be n/2. In other words, if p successive delay units never have the same state simultaneously, where n/4<p<n/2, then locking monitoring circuit 4 sends a priority “+” signal through output 41 to phase detector 1 (that is, that the signal of locking monitoring circuit 4 has priority over the signal of phase detector 1) in order to shorten the delay time.

[0030] Given a clock pulse/space ratio not equal to 50%, both states, namely low and high, must be monitored, as was true when monitoring T_(delay)<a*T_(period), where again the results of both tests must be OR-gated.

[0031] In detail, this decision process proceeds in four stages. The first and second stages S1 and S2 test for the presence of the condition T_(delay)<a*T_(period). When this condition is detected in at least one of these two stages, the priority signal “−” having priority over the signal of phase detector 1 is set at the second output 42 of locking monitoring circuit 4. Stages S3 and S4 of the decision process test for the presence of the condition T_(delay)>b*T_(period). If this condition is detected in at least one of stages S3 and S4, the priority signal “+” relative to the signal of phase detector 1 is set at the first output 41 of locking monitoring circuit 4. This four-stage test is required only when the clock pulse/space ratio is not equal to 50 percent. When, however, this ratio does equal 50 percent, a two-stage decision process is sufficient since the results of first and second stages S1, S2 are identical with the results of third and fourth stages S3, S4.

[0032] One disadvantage of this method is that, as the clock pulse asymmetry of the input signal increases, the value selected for b must become larger and larger. At the limit of 25% or 75% for the clock pulse/space ratio, b=2 applies; given an even greater asymmetry, this method is no longer possible.

[0033] It is therefore preferable to determine whether T_(delay)>b*T_(period) by a different method. Instead of evaluating successive states, the signal transitions (edges) are detected in the chain of n delay units 33n. The evaluation may be limited to one type of edges, that is, rising or falling. It is expedient to take the type of edges which are also utilized by phase detector 1 as the time-critical edges. What is detected is whether the same type of edges appears in two different regions in the chain of n delay units 33n. For b=1, the beginning of region 1 (e) extends to the end of region 2 (h) over all n delay units. For b=2, the beginning of region 1 (e) extends to the end of region 2 (h) over n/2 delay units. What must be true for the length of the two regions is that it must be more than one quarter the distance from the beginning of region 1 (e) to the end of region 2 (h): (f−e)>(h−e)/4 AND (h−g)>(h−e)/4.

[0034] Here (e) is the number of the delay unit at the beginning of region 1, (f) is the number of the delay unit at the end of region 1, (g) is the number of the delay unit at the beginning of region 2, and (h) is the number of the delay unit at the end of region 2. Numbering is continuous, beginning with number 1 at the beginning of the delay chain through number n at the end of the chain.

[0035] In the event one type of edge appears simultaneously in both the regions of delay element 3 so defined, locking monitoring circuit 4 sends a priority “+” signal to phase detector 1 through first output 41 (that is, the signal of locking monitoring circuit 4 has priority over the signal of phase detector 1) so as to reduce the delay time T_(delay).

[0036] Essentially, only one type of phase detector 1 may be employed which covers a maximum range of less than 360 degrees. Sequential phase detectors with a coverage of 720 degrees or more, often used in PLLs, are less suited for this purpose.

[0037] An ideal phase detector 1 would have a coverage range of −180+e degrees to +180−e degrees, where e>0 and e−>0. For the principle presented according to the invention, a phase detector of this type is especially well suited for every clock pulse/space ratio. There is some technical difficulty, however, in obtaining information on one half the clock period T_(period)/2 since, as the above explanation indicates, additional time information is required.

[0038] The preferred approach is therefore to employ a phase detector for which the coverage region is controlled by both edge types. Given an asymmetrical clock pulse/space ratio, the coverage region of such a phase detector is also asymmetrical; it is then −360°*(1−[T_(high)/T_(period)])<coverage region<360°*[T_(high)/T_(period)] or −360°*(1−[T_(low)/T_(period)])<coverage region<360° *[T_(low)/T_(period)], depending on which edge type is used to set or reset the “+”/“−” signals.

[0039] Care must be taken that the value of b, and thus the size of the detection regions (f−e) and (h−g) are chosen such that locking monitoring circuit 4 releases control of phase detector 1 only when the phase position of the input signals of phase detector 1 lies within the coverage range of the detector. If this rule is ignored, control of the locked state may not be achieved cleanly and may oscillate. Although locking monitoring circuit 4 then brings T_(delay) closer to T_(period), this is not close enough for phase detector 1. It may still be possible for T_(delay) to enter the capture range of the phase detector and allow the control to lock in. However, it is also possible for T_(delay) to drift again from the capture range. In this case, the control oscillates and is not able to lock in.

[0040] If, for example (h−e)=0.8*n is chosen, the result is a maximum phase position of 90° at phase detector 1. In this case, the minimum or maximum allowed clock pulse/space ratio is 25% or 75%, respectively, depending on the type of edges which are evaluated in phase detector 1.

[0041] The phase-locked loop according to the invention is preferably suited for generating shifted clock pulses in multiclock systems, or clock jitterers, and clock multipliers, clock balancers to obtain 50% clock pulse/space ratios from any asymmetrical clock pulses. 

1. Phase-locked loop with a phase detector, loop filter, and delay element, characterized in that the delay element (3) has a chain of a number n delay units (33n), the outputs (34n) of which are fed to a locking monitoring circuit (4) which determines whether the delay time T_(delay) of the delay element (3) lies within a range a*T_(period)<T_(delay)<b*T_(period) relative to a period T_(period) of an input signal at the phase detector (1), where 0.5<a<1 and 1<b<2, and where the locking monitoring circuit (4) performs a correction of the delay time when this condition is not met.
 2. Phase-locked loop according to claim 1, characterized in that the condition that T_(delay)<a*T_(period) is tested by a number m of successive delay units (33n) with the same state.
 3. Phase-locked loop according to claim 2, characterized in that, given a clock pulse/space ratio for the input signal of approximately 50 percent, the locking monitoring circuit 4 performs a correction by signaling the phase detector (1) to increase the delay time when the condition 0.5*n<m<n is true.
 4. Phase-locked loop according to claim 2, characterized in that, given a clock pulse/space ratio for the input signal not equal to 50 percent, the low and high states of the delay units (33n) are monitored, and the results are OR-gated, with a being selected such that the condition a>T_(high)/T_(period) AND a>T_(low)/T_(period) is true.
 5. Phase-locked loop according to claim 1, characterized in that the condition T_(delay)>b*T_(period) is tested by a number p of successive delay units (33n) which at no time have the same state.
 6. Phase-locked loop according to claim 5, characterized in that, given a clock pulse/space ratio for the input signal of approximately 50 percent, the locking monitoring circuit (4) performs a correction by signaling the phase detector (1) to reduce the delay time when the condition n/4<p<n/2 is true.
 7. Phase-locked loop according to claim 5, characterized in that, given a clock pulse/space ratio for the input signal that is not equal to 50 percent, the low and high states of the delay units (33n) are monitored, and the results OR-gated.
 8. Phase-locked loop according to claim 1, characterized in that the condition T_(delay)>b*T_(period) is determined by the same type of rising and/or falling signal transitions (edges) in at least two different regions of the chain of n delay units (33n), and a correction is performed by reducing the delay time by signaling the phase detector (1) when one type of signal transition occurs simultaneously in both regions of the locking monitoring circuit (4).
 9. Phase-locked loop according to claim 8, characterized in that for a value b=1 the beginning of a first region extends to the end of a second region 2 over all n delay units, while for a value b=2 the beginning of the first region extends to the end of the second region over n/2 delay units.
 10. Phase-locked loop according to claim 9, characterized in that the length of the two regions is dimensioned such that it is more than a quarter of the distance from the beginning of the first region to the end of the second region according to the following condition: (f−e)>(h−e)/4 AND (h−g)>(h−e)/4, where e and f indicate the number of delay units at the beginning or end of the first region, and g and h indicate the number of delay units at the beginning or end of the second region, and the numbering of the delay units is consecutive from number 1 at the beginning of the delay element (3) to number n at the end of the delay element. 